Zadeh's Theorem

Zadeh's Theorem relates to fuzzy logic, which deals with reasoning that isn't strictly yes or no but can include partial truths. It states that when combining fuzzy sets (representing uncertain or imprecise information), the overall consistency or validity can be determined by examining the individual parts, especially in the context of fuzzy rules. Essentially, it provides a mathematical foundation for making decisions and inferences in systems where information isn't black-and-white, ensuring that the logical combinations behave predictably and reliably within fuzzy logic frameworks.